#!/usr/bin/env python
"""\

 A list of records each containing:
  - Crystallographic Index
  - Hermann-Maughin Name
  - Schoenflies Name
  - Translations
  - Symmetries

Copyright (c) 2003 Richard P. Muller (rmuller@sandia.gov). All rights
reserved. See the LICENSE file for licensing details.
"""

space_group_info = [
	(0, 'Dummy', 'Dummy', ('dummy','dummy'),
	[(0.00,0.00,0.00)],
	[' ']
	),
	(1, 'P1', 'C1(1)', ('triclinic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ']
	),
	(2, 'P-1', 'Ci(1)', ('triclinic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ']
	),
	(3, 'P2', 'C2(1)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ']
	),
	(4, 'P2', 'C2(1)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,y,-z ']
	),
	(5, 'P21', 'C2(2)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,1./2.+z ']
	),
	(6, 'P21', 'C2(2)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,1./2.+y,-z ']
	),
	(7, 'B2', 'C2(3)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.00,0.50)],
	['x,y,z ',
	'-x,-y,z ']
	),
	(8, 'C2', 'C2(3)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,y,-z ']
	),
	(9, 'Pm', 'Cs(1)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,y,-z ']
	),
	(10, 'Pm', 'Cs(1)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,-y,z ']
	),
	(11, 'Pb', 'Cs(2)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,1./2.+y,-z ']
	),
	(12, 'Pc', 'Cs(2)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,-y,1./2.+z ']
	),
	(13, 'Bm', 'Cs(3)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.00,0.50)],
	['x,y,z ',
	'x,y,-z ']
	),
	(14, 'Cm', 'Cs(3)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'x,-y,z ']
	),
	(15, 'Bb', 'Cs(4)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.00,0.50)],
	['x,y,z ',
	'x,1./2.+y,-z ']
	),
	(16, 'Cc', 'Cs(4)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'x,-y,1./2.+z ']
	),
	(17, 'P2/m', 'C2h(1)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,y,-z ',
	'-x,-y,z ',
	'-x,-y,-z ']
	),
	(18, 'P2/m', 'C2h(1)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,-y,z ',
	'-x,y,-z ',
	'-x,-y,-z ']
	),
	(19, 'P21/m', 'C2h(2)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,-y,1./2.+z ',
	'x,y,1./2.-z ']
	),
	(20, 'P21/m', 'C2h(2)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,1./2.+y,-z ',
	'x,1./2.-y,z ']
	),
	(21, 'B2/m', 'C2h(3)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.00,0.50)],
	['x,y,z ',
	'x,y,-z ',
	'-x,-y,z ',
	'-x,-y,-z ']
	),
	(22, 'C2/m', 'C2h(3)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'x,-y,z ',
	'-x,y,-z ',
	'-x,-y,-z ']
	),
	(23, 'P2/b', 'C2h(4)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,1./2.-y,z ',
	'x,1./2.+y,-z ']
	),
	(24, 'P2/c', 'C2h(4)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,y,1./2.-z ',
	'x,-y,1./2.+z ']
	),
	(25, 'P21/b', 'C2h(5)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,1./2.-y,1./2.+z ',
	'x,1./2.+y,1./2.-z ']
	),
	(26, 'P21/c', 'C2h(5)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,1./2.+y,1./2.-z ',
	'x,1./2.-y,1./2.+z ']
	),
	(27, 'B2/b', 'C2h(6)', ('monoclinic','C symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.00,0.50)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,1./2.-y,z ',
	'x,1./2.+y,-z ']
	),
	(28, 'C2/c', 'C2h(6)', ('monoclinic','B symmetry axis'),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'-x,y,1./2.-z ',
	'x,-y,1./2.+z ']
	),
	(29, 'P222', 'D2(1)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,-z ',
	'-x,y,-z ']
	),
	(30, 'P2221', 'D2(2)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,-y,-z ',
	'-x,-y,1./2.+z ',
	'-x,y,1./2.-z ']
	),
	(31, 'P21212', 'D2(3)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.+x,1./2.-y,-z ',
	'1./2.-x,1./2.+y,-z ']
	),
	(32, 'P212121', 'D2(4)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'1./2.-x,-y,1./2.+z ',
	'1./2.+x,1./2.-y,-z ',
	'-x,1./2.+y,1./2.-z ']
	),
	(33, 'C2221', 'D2(5)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'x,-y,-z ',
	'-x,-y,1./2.+z ',
	'-x,y,1./2.-z ']
	),
	(34, 'C222', 'D2(6)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,-z ',
	'-x,y,-z ']
	),
	(35, 'F222', 'D2(7)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,-z ',
	'-x,y,-z ']
	),
	(36, 'I222', 'D2(8)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,-z ',
	'-x,y,-z ']
	),
	(37, 'I212121', 'D2(9)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'1./2.-x,-y,1./2.+z ',
	'1./2.+x,1./2.-y,-z ',
	'-x,1./2.+y,1./2.-z ']
	),
	(38, 'Pmm2', 'C2v(1)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,z ',
	'-x,y,z ']
	),
	(39, 'Pmc21', 'C2v(2)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,y,z ',
	'-x,-y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(40, 'Pcc2', 'C2v(3)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(41, 'Pma2', 'C2v(4)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,y,z ',
	'1./2.+x,-y,z ']
	),
	(42, 'Pca21', 'C2v(5)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,1./2.+z ',
	'1./2.-x,y,1./2.+z ',
	'1./2.+x,-y,z ']
	),
	(43, 'Pnc2', 'C2v(6)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,1./2.+y,1./2.+z ',
	'x,1./2.-y,1./2.+z ']
	),
	(44, 'Pmn21', 'C2v(7)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,y,z ',
	'1./2.-x,-y,1./2.+z ',
	'1./2.+x,-y,1./2.+z ']
	),
	(45, 'Pba2', 'C2v(8)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,1./2.+y,z ',
	'1./2.+x,1./2.-y,z ']
	),
	(46, 'Pna21', 'C2v(9)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,1./2.+z ',
	'1./2.-x,1./2.+y,1./2.+z ',
	'1./2.+x,1./2.-y,z ']
	),
	(47, 'Pnn2', 'C2v(10)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,1./2.+y,1./2.+z ',
	'1./2.+x,1./2.-y,1./2.+z ']
	),
	(48, 'Cmm2', 'C2v(11)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,z ',
	'x,-y,z ']
	),
	(49, 'Cmc21', 'C2v(12)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,y,z ',
	'-x,-y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(50, 'Ccc2', 'C2v(13)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(51, 'Amm2', 'C2v(14)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,z ',
	'x,-y,z ']
	),
	(52, 'Abm2', 'C2v(15)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,1./2.+y,z ',
	'x,1./2.-y,z ']
	),
	(53, 'Ama2', 'C2v(16)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,y,z ',
	'1./2.+x,-y,z ']
	),
	(54, 'Aba2', 'C2v(17)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,1./2.+y,z ',
	'1./2.+x,1./2.-y,z ']
	),
	(55, 'Fmm2', 'C2v(18)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,z ',
	'x,-y,z ']
	),
	(56, 'Fdd2', 'C2v(19)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./4.-x,1./4.+y,1./4.+z ',
	'1./4.+x,1./4.-y,1./4.+z ']
	),
	(57, 'Imm2', 'C2v(20)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,z ',
	'x,-y,z ']
	),
	(58, 'Iba2', 'C2v(21)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(59, 'Ima2', 'C2v(22)', ('orthorhombic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,y,z ',
	'1./2.+x,-y,z ']
	),
	(60, 'Pmmm', 'D2h(1)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'x,-y,-z ',
	'-x,y,-z ',
	'-x,-y,-z ',
	'x,y,-z ',
	'-x,y,z ',
	'x,-y,z ']
	),
	(61, 'Pnnn', 'D2h(2)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,1./2.-y,1./2.-z ',
	'1./2.+x,1./2.+y,1./2.-z ',
	'x,-y,-z ',
	'-x,y,-z ',
	'1./2.-x,1./2.+y,1./2.+z ',
	'1./2.+x,1./2.-y,1./2.+z ']
	),
	(62, 'Pnnn', 'D2h(2)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,1./2.+y,1./2.+z ',
	'1./2.+x,-y,1./2.+z ',
	'1./2.+x,1./2.+y,-z ',
	'-x,-y,-z ',
	'x,1./2.-y,1./2.-z ',
	'1./2.-x,y,1./2.-z ',
	'1./2.-x,1./2.-y,z ']
	),
	(63, 'Pccm', 'D2h(3)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'-x,y,1./2.+z ',
	'x,-y,1./2.+z ',
	'-x,-y,-z ',
	'x,y,-z ',
	'x,-y,1./2.-z ',
	'-x,y,1./2.-z ']
	),
	(64, 'Pban', 'D2h(4)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.-x,1./2.-y,-z ',
	'1./2.+x,1./2.+y,-z ',
	'x,-y,-z ',
	'-x,y,-z ',
	'1./2.-x,1./2.+y,z ',
	'1./2.+x,1./2.-y,z ']
	),
	(65, 'Pban', 'D2h(4)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'1./2.-x,1./2.-y,z ',
	'1./2.-x,y,-z ',
	'x,1./2.-y,-z ',
	'-x,-y,-z ',
	'1./2.+x,1./2.+y,-z ',
	'1./2.+x,-y,z ',
	'-x,1./2.+y,z ']
	),
	(66, 'Pmma', 'D2h(5)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,y,-z ',
	'1./2.-x,y,z ',
	'1./2.+x,y,-z ',
	'-x,-y,-z ',
	'x,-y,z ',
	'1./2.+x,-y,-z ',
	'1./2.-x,-y,z ']
	),
	(67, 'Pnna', 'D2h(6)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'1./2.-x,-y,z ',
	'x,1./2.-y,1./2.-z ',
	'1./2.-x,1./2.+y,1./2.-z ',
	'-x,-y,-z ',
	'1./2.+x,y,-z ',
	'-x,1./2.+y,1./2.+z ',
	'1./2.+x,1./2.-y,1./2.+z ']
	),
	(68, 'Pmna', 'D2h(7)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,-y,-z ',
	'1./2.-x,y,1./2.-z ',
	'1./2.-x,-y,1./2.+z ',
	'-x,-y,-z ',
	'-x,y,z ',
	'1./2.+x,-y,1./2.+z ',
	'1./2.+x,y,1./2.-z ']
	),
	(69, 'Pcca', 'D2h(8)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'1./2.-x,-y,z ',
	'1./2.+x,-y,1./2.-z ',
	'-x,y,1./2.-z ',
	'-x,-y,-z ',
	'1./2.+x,y,-z ',
	'1./2.-x,y,1./2.+z ',
	'x,-y,1./2.+z ']
	),
	(70, 'Pbam', 'D2h(9)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.+x,1./2.-y,-z ',
	'1./2.-x,1./2.+y,-z ',
	'-x,-y,-z ',
	'x,y,-z ',
	'1./2.-x,1./2.+y,z ',
	'1./2.+x,1./2.-y,z ']
	),
	(71, 'Pccn', 'D2h(10)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'1./2.-x,1./2.-y,z ',
	'1./2.+x,-y,1./2.-z ',
	'-x,1./2.+y,1./2.-z ',
	'-x,-y,-z ',
	'1./2.+x,1./2.+y,-z ',
	'1./2.-x,y,1./2.+z ',
	'x,1./2.-y,1./2.+z ']
	),
	(72, 'Pbcm', 'D2h(11)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,1./2.+z ',
	'x,1./2.-y,-z ',
	'-x,1./2.+y,1./2.-z ',
	'-x,-y,-z ',
	'x,y,1./2.-z ',
	'-x,1./2.+y,z ',
	'x,1./2.-y,1./2.+z ']
	),
	(73, 'Pnnm', 'D2h(12)', ('orthorhombic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,z ',
	'1./2.+x,1./2.-y,1./2.-z ',
	'1./2.-x,1./2.+y,1./2.-z ',
	'-x,-y,-z ',
	'x,y,-z ',
	'1./2.-x,1./2.+y,1./2.+z ',
	'1./2.+x,1./2.-y,1./2.+z ']
	),
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	(207, 'P61', 'C6(2)', ('hexagonal',''),
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	(209, 'P62', 'C6(4)', ('hexagonal',''),
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	(210, 'P64', 'C6(5)', ('hexagonal',''),
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	(230, 'P6/mcc', 'D6h(2)', ('hexagonal',''),
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	(231, 'P63/mcm', 'D6h(3)', ('hexagonal',''),
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	'y,x,1./2.-z ',
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	'x-y,-y,1./2.-z ']
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	(232, 'P63/mmc', 'D6h(4)', ('hexagonal',''),
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	(233, 'P23', 'T(1)', ('cubic',''),
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	(234, 'F23', 'T(2)', ('cubic',''),
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	(235, 'I23', 'T(3)', ('cubic',''),
	[(0.00,0.00,0.00),
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	(236, 'P213', 'T(4)', ('cubic',''),
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	),
	(237, 'I213', 'T(5)', ('cubic',''),
	[(0.00,0.00,0.00),
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	(238, 'Pm3', 'Th(1)', ('cubic',''),
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	'y,z,-x ']
	),
	(239, 'Pn3', 'Th(2)', ('cubic',''),
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	'-z,x,-y ',
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	),
	(240, 'Pn3', 'Th(2)', ('cubic',''),
	[(0.00,0.00,0.00)],
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	(241, 'Fm3', 'Th(3)', ('cubic',''),
	[(0.00,0.00,0.00),
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	(0.50,0.50,0.00)],
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	(242, 'Fd3', 'Th(4)', ('cubic',''),
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	(243, 'Fd3', 'Th(4)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
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	'1./2.-y,1./2.+x,1./2.-z ',
	'1./2.-z,1./2.+y,1./2.-x ',
	'1./2.-x,1./2.-z,1./2.+y ',
	'1./2.-y,1./2.-x,1./2.+z ',
	'1./2.-z,1./2.-y,1./2.+x ']
	),
	(263, 'Pn3n', 'Oh(2)', ('cubic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,1./2.-y,1./2.-z ',
	'1./2.-x,y,1./2.-z ',
	'1./2.-x,1./2.-y,z ',
	'z,x,y ',
	'z,1./2.-x,1./2.-y ',
	'1./2.-z,x,1./2.-y ',
	'1./2.-z,1./2.-x,y ',
	'y,z,x ',
	'y,1./2.-z,1./2.-x ',
	'1./2.-y,z,1./2.-x ',
	'1./2.-y,1./2.-z,x ',
	'-x,-y,-z ',
	'-x,1./2.+y,1./2.+z ',
	'1./2.+x,-y,1./2.+z ',
	'1./2.+x,1./2.+y,-z ',
	'-z,-x,-y ',
	'-z,1./2.+x,1./2.+y ',
	'1./2.+z,-x,1./2.+y ',
	'1./2.+z,1./2.+x,-y ',
	'-y,-z,-x ',
	'-y,1./2.+z,1./2.+x ',
	'1./2.+y,-z,1./2.+x ',
	'1./2.+y,1./2.+z,-x ',
	'1./2.+x,1./2.+z,1./2.+y ',
	'1./2.+x,-z,-y ',
	'-x,1./2.+z,-y ',
	'-x,-z,1./2.+y ',
	'1./2.+y,1./2.+x,1./2.+z ',
	'1./2.+y,-x,-z ',
	'-y,1./2.+x,-z ',
	'-y,-x,1./2.+z ',
	'1./2.+z,1./2.+y,1./2.+x ',
	'1./2.+z,-y,-x ',
	'-z,1./2.+y,-x ',
	'-z,-y,1./2.+x ',
	'1./2.-x,1./2.-z,1./2.-y ',
	'1./2.-x,z,y ',
	'x,1./2.-z,y ',
	'x,z,1./2.-y ',
	'1./2.-y,1./2.-x,1./2.-z ',
	'1./2.-y,x,z ',
	'y,1./2.-x,z ',
	'y,x,1./2.-z ',
	'1./2.-z,1./2.-y,1./2.-x ',
	'1./2.-z,y,x ',
	'z,1./2.-y,x ',
	'z,y,1./2.-x ']
	),
	(264, 'Pm3n', 'Oh(3)', ('cubic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'z,x,y ',
	'y,z,x ',
	'-x,-y,-z ',
	'-z,-x,-y ',
	'-y,-z,-x ',
	'x,-y,-z ',
	'z,-x,-y ',
	'y,-z,-x ',
	'-x,y,z ',
	'-z,x,y ',
	'-y,z,x ',
	'-x,y,-z ',
	'-z,x,-y ',
	'-y,z,-x ',
	'x,-y,z ',
	'z,-x,y ',
	'y,-z,x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
	'x,y,-z ',
	'z,x,-y ',
	'y,z,-x ',
	'1./2.+x,1./2.+z,1./2.+y ',
	'1./2.+y,1./2.+x,1./2.+z ',
	'1./2.+z,1./2.+y,1./2.+x ',
	'1./2.+x,1./2.-z,1./2.-y ',
	'1./2.+y,1./2.-x,1./2.-z ',
	'1./2.+z,1./2.-y,1./2.-x ',
	'1./2.-x,1./2.+z,1./2.-y ',
	'1./2.-y,1./2.+x,1./2.-z ',
	'1./2.-z,1./2.+y,1./2.-x ',
	'1./2.-x,1./2.-z,1./2.+y ',
	'1./2.-y,1./2.-x,1./2.+z ',
	'1./2.-z,1./2.-y,1./2.+x ',
	'1./2.-x,1./2.-z,1./2.-y ',
	'1./2.-y,1./2.-x,1./2.-z ',
	'1./2.-z,1./2.-y,1./2.-x ',
	'1./2.-x,1./2.+z,1./2.+y ',
	'1./2.-y,1./2.+x,1./2.+z ',
	'1./2.-z,1./2.+y,1./2.+x ',
	'1./2.+x,1./2.-z,1./2.+y ',
	'1./2.+y,1./2.-x,1./2.+z ',
	'1./2.+z,1./2.-y,1./2.+x ',
	'1./2.+x,1./2.+z,1./2.-y ',
	'1./2.+y,1./2.+x,1./2.-z ',
	'1./2.+z,1./2.+y,1./2.-x ']
	),
	(265, 'Pn3m', 'Oh(4)', ('cubic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'z,x,y ',
	'y,z,x ',
	'x,z,y ',
	'y,x,z ',
	'z,y,x ',
	'x,-y,-z ',
	'z,-x,-y ',
	'y,-z,-x ',
	'x,-z,-y ',
	'y,-x,-z ',
	'z,-y,-x ',
	'-x,y,-z ',
	'-z,x,-y ',
	'-y,z,-x ',
	'-x,z,-y ',
	'-y,x,-z ',
	'-z,y,-x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
	'-x,-z,y ',
	'-y,-x,z ',
	'-z,-y,x ',
	'1./2.-x,1./2.-y,1./2.-z ',
	'1./2.-z,1./2.-x,1./2.-y ',
	'1./2.-y,1./2.-z,1./2.-x ',
	'1./2.-x,1./2.+y,1./2.+z ',
	'1./2.-z,1./2.+x,1./2.+y ',
	'1./2.-y,1./2.+z,1./2.+x ',
	'1./2.+x,1./2.-y,1./2.+z ',
	'1./2.+z,1./2.-x,1./2.+y ',
	'1./2.+y,1./2.-z,1./2.+x ',
	'1./2.+x,1./2.+y,1./2.-z ',
	'1./2.+z,1./2.+x,1./2.-y ',
	'1./2.+y,1./2.+z,1./2.-x ',
	'1./2.-x,1./2.-z,1./2.-y ',
	'1./2.-y,1./2.-x,1./2.-z ',
	'1./2.-z,1./2.-y,1./2.-x ',
	'1./2.-x,1./2.+z,1./2.+y ',
	'1./2.-y,1./2.+x,1./2.+z ',
	'1./2.-z,1./2.+y,1./2.+x ',
	'1./2.+x,1./2.-z,1./2.+y ',
	'1./2.+y,1./2.-x,1./2.+z ',
	'1./2.+z,1./2.-y,1./2.+x ',
	'1./2.+x,1./2.+z,1./2.-y ',
	'1./2.+y,1./2.+x,1./2.-z ',
	'1./2.+z,1./2.+y,1./2.-x ']
	),
	(266, 'Pn3m', 'Oh(4)', ('cubic',''),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'x,1./2.-y,1./2.-z ',
	'1./2.-x,y,1./2.-z ',
	'1./2.-x,1./2.-y,z ',
	'z,x,y ',
	'z,1./2.-x,1./2.-y ',
	'1./2.-z,x,1./2.-y ',
	'1./2.-z,1./2.-x,y ',
	'y,z,x ',
	'y,1./2.-z,1./2.-x ',
	'1./2.-y,z,1./2.-x ',
	'1./2.-y,1./2.-z,x ',
	'-x,-y,-z ',
	'-x,1./2.+y,1./2.+z ',
	'1./2.+x,-y,1./2.+z ',
	'1./2.+x,1./2.+y,-z ',
	'-z,-x,-y ',
	'-z,1./2.+x,1./2.+y ',
	'1./2.+z,-x,1./2.+y ',
	'1./2.+z,1./2.+x,-y ',
	'-y,-z,-x ',
	'-y,1./2.+z,1./2.+x ',
	'1./2.+y,-z,1./2.+x ',
	'1./2.+y,1./2.+z,-x ',
	'x,z,y ',
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	'1./2.-x,1./2.-z,y ',
	'y,x,z ',
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	'1./2.-y,x,1./2.-z ',
	'1./2.-y,1./2.-x,z ',
	'z,y,x ',
	'z,1./2.-y,1./2.-x ',
	'1./2.-z,y,1./2.-x ',
	'1./2.-z,1./2.-y,x ',
	'-x,-z,-y ',
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	'-y,-x,-z ',
	'-y,1./2.+x,1./2.+z ',
	'1./2.+y,-x,1./2.+z ',
	'1./2.+y,1./2.+x,-z ',
	'-z,-y,-x ',
	'-z,1./2.+y,1./2.+x ',
	'1./2.+z,-y,1./2.+x ',
	'1./2.+z,1./2.+y,-x ']
	),
	(267, 'Fm3m', 'Oh(5)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
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	'y,z,x ',
	'x,z,y ',
	'y,x,z ',
	'z,y,x ',
	'x,-y,-z ',
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	'-x,y,-z ',
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	'-z,y,-x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
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	'-z,-y,x ',
	'-x,-y,-z ',
	'-z,-x,-y ',
	'-y,-z,-x ',
	'-x,-z,-y ',
	'-y,-x,-z ',
	'-z,-y,-x ',
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	'-z,x,y ',
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	'-x,z,y ',
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	'-z,y,x ',
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	'z,x,-y ',
	'y,z,-x ',
	'x,z,-y ',
	'y,x,-z ',
	'z,y,-x ']
	),
	(268, 'Fm3c', 'Oh(6)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'z,x,y ',
	'y,z,x ',
	'-x,-y,-z ',
	'-z,-x,-y ',
	'-y,-z,-x ',
	'x,-y,-z ',
	'z,-x,-y ',
	'y,-z,-x ',
	'-x,y,z ',
	'-z,x,y ',
	'-y,z,x ',
	'-x,y,-z ',
	'-z,x,-y ',
	'-y,z,-x ',
	'x,-y,z ',
	'z,-x,y ',
	'y,-z,x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
	'x,y,-z ',
	'z,x,-y ',
	'y,z,-x ',
	'x,z,1./2.+y ',
	'y,x,1./2.+z ',
	'z,y,1./2.+x ',
	'x,-z,1./2.-y ',
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	'z,-y,1./2.-x ',
	'-x,z,1./2.-y ',
	'-y,x,1./2.-z ',
	'-z,y,1./2.-x ',
	'-x,-z,1./2.+y ',
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	'-x,-z,1./2.-y ',
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	'-x,z,1./2.+y ',
	'-y,x,1./2.+z ',
	'-z,y,1./2.+x ',
	'x,-z,1./2.+y ',
	'y,-x,1./2.+z ',
	'z,-y,1./2.+x ',
	'x,z,1./2.-y ',
	'y,x,1./2.-z ',
	'z,y,1./2.-x ']
	),
	(269, 'Fd3m', 'Oh(7)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
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	'y,z,x ',
	'x,z,y ',
	'y,x,z ',
	'z,y,x ',
	'x,-y,-z ',
	'z,-x,-y ',
	'y,-z,-x ',
	'x,-z,-y ',
	'y,-x,-z ',
	'z,-y,-x ',
	'-x,y,-z ',
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	'-x,z,-y ',
	'-y,x,-z ',
	'-z,y,-x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
	'-x,-z,y ',
	'-y,-x,z ',
	'-z,-y,x ',
	'1./4.-x,1./4.-y,1./4.-z ',
	'1./4.-z,1./4.-x,1./4.-y ',
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	'1./4.+z,1./4.-x,1./4.+y ',
	'1./4.+y,1./4.-z,1./4.+x ',
	'1./4.+x,1./4.+y,1./4.-z ',
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	'1./4.-x,1./4.+z,1./4.+y ',
	'1./4.-y,1./4.+x,1./4.+z ',
	'1./4.-z,1./4.+y,1./4.+x ',
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	'1./4.+y,1./4.-x,1./4.+z ',
	'1./4.+z,1./4.-y,1./4.+x ',
	'1./4.+x,1./4.+z,1./4.-y ',
	'1./4.+y,1./4.+x,1./4.-z ',
	'1./4.+z,1./4.+y,1./4.-x ']
	),
	(270, 'Fd3m', 'Oh(7)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
	'x,1./4.-y,1./4.-z ',
	'1./4.-x,y,1./4.-z ',
	'1./4.-x,1./4.-y,z ',
	'z,x,y ',
	'z,1./4.-x,1./4.-y ',
	'1./4.-z,x,1./4.-y ',
	'1./4.-z,1./4.-x,y ',
	'y,z,x ',
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	'1./4.-y,1./4.-z,x ',
	'x,z,y ',
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	'1./4.-x,1./4.-z,y ',
	'y,x,z ',
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	'z,y,x ',
	'z,1./4.-y,1./4.-x ',
	'1./4.-z,y,1./4.-x ',
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	'-x,-y,-z ',
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	'-z,-x,-y ',
	'-z,3./4.+x,3./4.+y ',
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	'3./4.+z,3./4.+x,-y ',
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	'-z,-y,-x ',
	'-z,3./4.+y,3./4.+x ',
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	'3./4.+z,3./4.+y,-x ']
	),
	(271, 'Fd3c', 'Oh(8)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
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	'z,x,y ',
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	'y,z,x ',
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	'z,y,1./2.+x ',
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	'1./4.-x,1./4.-z,1./4.-y ',
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	'1./4.+x,1./4.+y,3./4.-z ',
	'1./4.+z,1./4.+x,3./4.-y ',
	'1./4.+y,1./4.+z,3./4.-x ']
	),
	(272, 'Fd3c', 'Oh(8)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.00,0.50,0.50),
	(0.50,0.00,0.50),
	(0.50,0.50,0.00)],
	['x,y,z ',
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	'1./4.-x,1./4.-y,z ',
	'z,x,y ',
	'z,1./4.-x,1./4.-y ',
	'1./4.-z,x,1./4.-y ',
	'1./4.-z,1./4.-x,y ',
	'y,z,x ',
	'y,1./4.-z,1./4.-x ',
	'1./4.-y,z,1./4.-x ',
	'1./4.-y,1./4.-z,x ',
	'-x,-y,-z ',
	'-x,3./4.+y,3./4.+z ',
	'3./4.+x,-y,3./4.+z ',
	'3./4.+x,3./4.+y,-z ',
	'-z,-x,-y ',
	'-z,3./4.+x,3./4.+y ',
	'3./4.+z,-x,3./4.+y ',
	'3./4.+z,3./4.+x,-y ',
	'-y,-z,-x ',
	'-y,3./4.+z,3./4.+x ',
	'3./4.+y,-z,3./4.+x ',
	'3./4.+y,3./4.+z,-x ',
	'x,z,1./2.+y ',
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	'z,y,1./2.+x ',
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	'-x,-z,1./2.-y ',
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	'3./4.+x,1./4.+z,-y ',
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	'-z,-y,1./2.-x ',
	'-z,3./4.+y,1./4.+x ',
	'1./4.+z,-y,3./4.+x ',
	'3./4.+z,1./4.+y,-x ']
	),
	(273, 'Im3m', 'Oh(9)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'z,x,y ',
	'y,z,x ',
	'x,z,y ',
	'y,x,z ',
	'z,y,x ',
	'x,-y,-z ',
	'z,-x,-y ',
	'y,-z,-x ',
	'x,-z,-y ',
	'y,-x,-z ',
	'z,-y,-x ',
	'-x,y,-z ',
	'-z,x,-y ',
	'-y,z,-x ',
	'-x,z,-y ',
	'-y,x,-z ',
	'-z,y,-x ',
	'-x,-y,z ',
	'-z,-x,y ',
	'-y,-z,x ',
	'-x,-z,y ',
	'-y,-x,z ',
	'-z,-y,x ',
	'-x,-y,-z ',
	'-z,-x,-y ',
	'-y,-z,-x ',
	'-x,-z,-y ',
	'-y,-x,-z ',
	'-z,-y,-x ',
	'-x,y,z ',
	'-z,x,y ',
	'-y,z,x ',
	'-x,z,y ',
	'-y,x,z ',
	'-z,y,x ',
	'x,-y,z ',
	'z,-x,y ',
	'y,-z,x ',
	'x,-z,y ',
	'y,-x,z ',
	'z,-y,x ',
	'x,y,-z ',
	'z,x,-y ',
	'y,z,-x ',
	'x,z,-y ',
	'y,x,-z ',
	'z,y,-x ']
	),
	(274, 'Ia3d', 'Oh(10)', ('cubic',''),
	[(0.00,0.00,0.00),
	(0.50,0.50,0.50)],
	['x,y,z ',
	'1./2.+x,1./2.-y,-z ',
	'-x,1./2.+y,1./2.-z ',
	'1./2.-x,-y,1./2.+z ',
	'z,x,y ',
	'1./2.+z,1./2.-x,-y ',
	'-z,1./2.+x,1./2.-y ',
	'1./2.-z,-x,1./2.+y ',
	'y,z,x ',
	'1./2.+y,1./2.-z,-x ',
	'-y,1./2.+z,1./2.-x ',
	'1./2.-y,-z,1./2.+x ',
	'-x,-y,-z ',
	'1./2.-x,1./2.+y,z ',
	'x,1./2.-y,1./2.+z ',
	'1./2.+x,y,1./2.-z ',
	'-z,-x,-y ',
	'1./2.-z,1./2.+x,y ',
	'z,1./2.-x,1./2.+y ',
	'1./2.+z,x,1./2.-y ',
	'-y,-z,-x ',
	'1./2.-y,1./2.+z,x ',
	'y,1./2.-z,1./2.+x ',
	'1./2.+y,z,1./2.-x ',
	'1./4.+x,1./4.+z,1./4.+y ',
	'1./4.+y,1./4.+x,1./4.+z ',
	'1./4.+z,1./4.+y,1./4.+x ',
	'3./4.+x,1./4.-z,3./4.-y ',
	'3./4.+y,1./4.-x,3./4.-z ',
	'3./4.+z,1./4.-y,3./4.-x ',
	'3./4.-x,3./4.+z,1./4.-y ',
	'3./4.-y,3./4.+x,1./4.-z ',
	'3./4.-z,3./4.+y,1./4.-x ',
	'1./4.-x,3./4.-z,3./4.+y ',
	'1./4.-y,3./4.-x,3./4.+z ',
	'1./4.-z,3./4.-y,3./4.+x ',
	'1./4.-x,1./4.-z,1./4.-y ',
	'1./4.-y,1./4.-x,1./4.-z ',
	'1./4.-z,1./4.-y,1./4.-x ',
	'3./4.-x,1./4.+z,3./4.+y ',
	'3./4.-y,1./4.+x,3./4.+z ',
	'3./4.-z,1./4.+y,3./4.+x ',
	'3./4.+x,3./4.-z,1./4.+y ',
	'3./4.+y,3./4.-x,1./4.+z ',
	'3./4.+z,3./4.-y,1./4.+x ',
	'1./4.+x,3./4.+z,3./4.-y ',
	'1./4.+y,3./4.+x,3./4.-z ',
	'1./4.+z,3./4.+y,3./4.-x ']
	),
	(275, 'P21/n', 'C2h(5)', ('monoclinic','? symmetry axis'),
	[(0.00,0.00,0.00)],
	['x,y,z ',
	'-x,-y,-z ',
	'1./2.+x,1./2.-y,1./2.+z ',
	'1./2.-x,1./2.+y,1./2.-z ']
	)
  ]
